- InChI
- InChI=1S/C21H23NO3/c1-15(23)25-17-10-11-21-20(13-17)19(9-6-12-22(2)3)18-8-5-4-7-16(18)14-24-21/h4-5,7-11,13H,6,12,14H2,1-3H3/b19-9-
- InChI Key
- GAUAFNSGTMTBJR-OCKHKDLRSA-N
- Formula
- C21H23NO3
- SMILES
-
CC(=O)Oc1ccc2c(c1)C(=CCCN(C)C)
c1ccccc1CO2 - Molecular Weight1
- 337.41
- Cp,gas : Ideal gas heat capacity (J/mol×K).
- ΔfG° : Standard Gibbs free energy of formation (kJ/mol).
- ΔfH°gas : Enthalpy of formation at standard conditions (kJ/mol).
- ΔfusH° : Enthalpy of fusion at standard conditions (kJ/mol).
- ΔvapH° : Enthalpy of vaporization at standard conditions (kJ/mol).
- log10WS : Log10 of Water solubility in mol/l.
- logPoct/wat : Octanol/Water partition coefficient.
- McVol : McGowan's characteristic volume (ml/mol).
- Pc : Critical Pressure (kPa).
- Inp : Non-polar retention indices.
- Tboil : Normal Boiling Point Temperature (K).
- Tc : Critical Temperature (K).
- Tfus : Normal melting (fusion) point (K).
- Vc : Critical Volume (m3/kmol).
- 1: Molecular weight from the IUPAC atomic weights tables.
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Physical Properties
| Property | Value | Unit | Source |
|---|---|---|---|
| ΔfG° | 226.53 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -178.22 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 48.23 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 85.60 | kJ/mol | Joback Calculated Property |
| log10WS | -5.04 | Crippen Calculated Property | |
| logPoct/wat | 3.888 | Crippen Calculated Property | |
| McVol | 267.360 | ml/mol | McGowan Calculated Property |
| Pc | 1750.67 | kPa | Joback Calculated Property |
| Inp | 2583.00 | NIST | |
| Tboil | 881.91 | K | Joback Calculated Property |
| Tc | 1112.34 | K | Joback Calculated Property |
| Tfus | 580.57 | K | Joback Calculated Property |
| Vc | 1.000 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [817.40; 894.97] | J/mol×K | [881.91; 1112.34] | 
|
| Cp,gas | 817.40 | J/mol×K | 881.91 | Joback Calculated Property |
| Cp,gas | 832.50 | J/mol×K | 920.31 | Joback Calculated Property |
| Cp,gas | 846.59 | J/mol×K | 958.72 | Joback Calculated Property |
| Cp,gas | 859.78 | J/mol×K | 997.12 | Joback Calculated Property |
| Cp,gas | 872.17 | J/mol×K | 1035.53 | Joback Calculated Property |
| Cp,gas | 883.86 | J/mol×K | 1073.93 | Joback Calculated Property |
| Cp,gas | 894.97 | J/mol×K | 1112.34 | Joback Calculated Property |
Similar Compounds
![5-(3-Acetyl(methyl)aminopropylidene)-10-oxa-10,11-dihydro-5H-dibenzo[a,d]cycloheptene.](data:image/png;base64,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)
Find more compounds similar to Doxepin M(HO), acetylated, isomer # 2.
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